@keyframes rwdcur235148 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7UlEQVRYhe1VPUhCURg9ZlAZpWlg0WuwJOhnDKzBRRCnaGtsao5ocIgGg2hwiHBqaGpsiyYRXBxKcFQE8QfyRS2PIqNekLwGe4/3c++7Nwla3ln0ft/9vnPeu995F3DgwIEDBw7+GS5SMJ8uKPp1LBkl7mPV8dQO0hKB+WGEVubQKjeJjWk1fl8QXmEUrXITUkNm1lAFhMMhdAH4fUEML3UhzI7ZNhLbHXhG3PAKo1q91KgyBQyQgrFk1FXMVuGWFfgnPRp55iyl7dH/BwBhdgzvH124ZQVuWUExW+U6OtsN+XRBiSQWNbLdPSMpLc5Lzi3gN7AjV2dJnycegZk8srGF3O2dZU/u9g6RjS1DLJJYJA4t7WGoArSGPwSHJ6eWnBozi7DtZxLIFHB8sG/45c3xgmpDFfH1NcRvrrT15s42ri8uiTka8umCEghNAAAeH14MOeobUK2oR+YshfOjjMWCeojtDpUcAKZnfIY80yr9OAHouQHonXmlJGJofBDhhSmLS2yPoF9yldgM8+sHOG34V7gvP1q+EUwXAGTlpJgK8xy8SR1IrWfiB4pLAA/sBAH0a5lLwPSMD5WSqK0rJdEwzfq1+elZoA5hLBl15WGcg3rtidqoXnvC5+sXllcFQ5x1MXHZkLXHDqxb8RviE9HUaO58JQAAAABJRU5ErkJggg==) 1 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur235148 1.2s linear infinite forwards;
}
